B. Foster

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20192026

most citedResults on gradients of harmonic functions on Lipschitz surfaces

1 citations · 1 across the 7 of their papers we have counts for

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math.AP2023★ 1 cited

Results on gradients of harmonic functions on Lipschitz surfaces

Benjamin Foster

We study various properties of the gradients of solutions to harmonic functions on Lipschitz surfaces. We improve an exponential bound of Naber and Valtorta on the size of the supe…

math.AP2019

The Inhomogeneous Wave Equation with $L^{p}$ Data

Benjamin Foster

We prove existence and uniqueness of $L^{2}$ solutions to the inhomogeneous wave equation on $R^{n - 1} \times R$ under the assumption that the inhomogeneous data lies…

Results on gradients of harmonic functions on Lipschitz surfaces

The Inhomogeneous Wave Equation with Lp Data

The Inhomogeneous Wave Equation with $L^{p}$ Data